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H8voodEmXaMM3hwstX+iJUaRUODH3SBifr9u0PdEX4t7vaMlRWB045VrT20EVo87VgyhamDsTNm23jQRPhYVah9oc1OqBTWtYyUUeEC//5M/OJHp2POlY/pCVC5Lr7t1/UgW92IRIMgvfaSEoHPdIBJQvFwdNkdhnLb5dY9VUHDLc1L15C8PNjtVsPTqP9Z7YJqjgdMGkBDRrsVUx5BG8Kk/jbQdGggBE74QHBdrd65s86QQNapX2YL1k/NtDAPD6X6LF9NctOW4RVpcdk/JtpAK/P5QQQ+3ZkNxSfkKLDgj3sc4+J/TpLen1HWHRY66O6VcwQoevhJPViHh2eZDQ3mOmJ8PT+/IGKg3S4HvBLuMxAhN6LJw6pZ9NBvWIgOpr4b9UT/0VYT4c1DatlpxuT/DHIentTggH+Zad5L4n/o/2TW9uZDDiRCNOfkPh8j53ptZ7PgOaID89/k/hFZn/awjzCgEPX+1W9SXzbyxt0FpD6emXm7ygpEv/97yuPR71jwIa+PcUtIMKuiYfyGHK68NNl3LR3uQhT7ZsLJebpwmZKNnqunQjNc65kannrwsjcWWvzVpP8W5KTePCULjzsy+H6uYhQVvpFMq1UF7qyPVKd+IRvE+srpb/pwpmTF2CzpwjPuZzR1VPVg56MgdRyL/K8/92LY7Z6MEu3XWC3QYQzOw820nbowTyN37+lg4g/lrk5jV7Vg9Cc27N+bhPhoykG9tPq9ODXn9PWymEivOdU20xJ6UN3J1dx0wERJuddGu021YfEvj1bvx8TYdzWjrYMb33QSxAVXY8SocbIvRPxcaQfW6KjG3VGhK/vUg+yH+qDgpXCyEWiB8sVp7t8GtSHI/0bwppSRTgxSHEql24AM27t7ViUKcLbC89WxboagG1d3MEnt0X48vOnFaNHDOD2/cGosCKiV7XzPDfdMYD35e2rHFGET/xq6xvaDcDTKlfS5gnhy8yvhyxmGUJZ1OWBtS9FGGNdxT5uYwgxE/8KTjeR9YVXs+5tNwRq0qT9nz+K8MGjB49eXjOEBz3T09Z0Ez37yl9ZVk/6XQWviY3fRfjHPFt2n4wR+DxcOBA6IkKHGb+fy8wzgscB3y4ZSImxuWtvgPN6I/jpWeQ+MFmMC3R2ZQnOGMGeX195z2aK8Z+ugWjmQyPojq1uv6NB6h1V7bJvwAhqjqctvaUnRumFl3lRmkwoNC3KucMRY6Bmh4XlKiaY97ttfTxfjCdCmyoOhDGhSbn8yaelYuxJL6p2T2cCS9rmt7SDGI20KtTuvmbCw2mG1mw3Un9XLDgYP8YEg8S7XWvXifFYOO/ZoCELeoZN2VF+Ynxm71H10I0Fl491u5UGi9Fi5LDN+H4WvEjWSendJcb144ozUjPIvJREd5pzWIyfHi0au/yKBW2NFteXR4rROte+fvgPCyAo4usGUm+7EqT9L+mQeS9u87cjyaTeSdoejllpDLPNjmUkpJN6KX1EomKzMQT+nbciPYfYu7NowsKzxhCZ8LXrRhHZb27n1f4iY+AXKty9US7G/JlKkz60kPlOWvbFtWdiHB/grJaUYMNhY1ib8EaMpml2sQIaGzI/MPYfbRGjyQTP7y3L2CBXqeG5kfQbnV/8TkWuZ8Px6LOq9n2kn2BtPEEdZYNUx2AzfViMM7N8x/hX2OC9K61ieFyMnguEUzaXs2HZ7uP/vKXJPJy3vP7SBzLPSjk6V8mR/q5ff/uXETYIb7b0G0yhsPWJpMJSZQ6A04Zv4dPIfK1cX5TF5YDTAxqvfRaFE/IvJWrZc+DPm2XWVmoU9m4Xv0zy5kCOz3j5OdKPpc5XCZuzmwOfl5/s/EqjULquMj8xlgMTHVUrF+uT73U2pcxK50C0+6fAGCaFB37Lro0o4UCHicr3Fg6FvmYXZPprOHCouN/HcC5F+iudMpuPHKh/mNIYMp/0dxaXr0R8J/YwPEX3F5H5WnDy61sJLnjfEcpLLaUwOexBkZccFw7Y1fTa2lC4fmN/tVCJC6ol39Qi7Si8oJJohrO4kNLSfeX5agpvBi0Zj5vDhePho4kKLhSqCMVWL7W5YHVaMN2B91/3J2ESO3S58P/eV0lISEj+973XobcHsjNkPTBq+xKTvPO0/+8O7f+899puGQ85QwI06dh3uZXJhRNTAxfL/xPgNe8dhUPGXCjxaDRykxbiysOHH9ZzuNDAuZQRNVmIJ+H45n0mXMhNP87Lny7Etxd8/b+ackGlgVdXpSrE9JPS69TmcuFtXV35U20hipVs/8jP48Kj4sdlRfpCDGFM+1pMcGbS4MazbCE6P17RwiC28U9r+nnOE/7H1pTcqWumLhKiftrRXboEO8449STHWohjdW57C8j382rEwZZ2QvQ8rj1vhOzH+LWyPcdJiLfzqp36zLjQfXVqlRJPiAE8y7BYYp/LwN5CoacQh4LWiD5wuWDa7+oe7S3EiqHv2fVsLvCK1kKWv5DUbUmlUBYXTnl7zL69WYidthvmFhI/Z0kr77sUKkS1yVJPL+pxIeyum+L23UJcxS0Jo9G58CyyZZPZQSH25m/5YaPFhcBLIfPeHhPipjj5z9Ikrmzpj/J+kUI0f7JpyFOZC5/fdEa+jRXifeddjQ7TyPkZzgKzeCEGMWeav5jMBQ+FNqWQJCEWO9PL2mW4cC+Nckm4TPY/PGPBzHEOOIzFPUi7JsT8b7zRMMLDpnlLhk9nCVH9bZPWrzYOmFHMC745QmQv8/p35A0HDM5q2GjcEWItrahP8xEHIrveJRYVCbFhy7XVD3M5YBjKsrQoJf7W+x4SkMKB9adCMaFciNx7A2emRnFggqZFUUulELXpledLdnKgMWEoTfKZEEszbiUHkbyTW0GXlK8V4vHzI084qzhwd5MZf/CVEP9a/lo0cR4HRp0u0O/VCzH5Q5/6iDoHJBY86fJ5K8TuGpMoRWkOfAo0M+hpEaKPm8It+69seGDi6OP6UYjhpdXX7rxgQ2lN5JwLn4XY5FYa73KHDX+Oi1/f/yLEOl/2VaMENpy9smhSWTfZb2Hgd+s9bLgVEL/0Yo8QX9AqUlPXsWGj1sdRXj85v++RplVL2NAlH32/97sQw9YMF9lrs2HltqmS1E8hrmEH+aUSHcxMeu9485cQX9mbSvM/GgO7ZgOj/rcQD3w/c3frA2P4vYom3TgixMag1uThZGPQ8zoYnDcqxLWTvT/27TGGt05DnX5jJF9mBVxeJzQGE/HPvh/jQuxoXDrB3twYnOsHZIQTPPBr8gK9kunGIPi97tY5SQ+ck59seqePBX6KOQGZUh447H3PzuoZC5LX8YvPSHvgv9+tMaJrLFBnPdN0k/HAHBTozjnIAhncPecrwVEyIdzdHiwIE7dw3YkWzJyx982huSw4v8b741mCq+aWm8xXZMF/awWj4NTmK51M4EPGjFiCb7bNvfkUmWBZ7ZhoT/AnmbGpuReYUPsp5nkjWV/SJ69GvI0JrZOq5OYT/My0zeq9PRPaRXzvQGIfrvz1wITOBNeW84Pbif2fplXd8f1rBGn7Pr52J+cz+cs6dOiNEdhYnVCfQs6fs1XiRHS2EdxR/dp1kfhnXZsqN+6IEfhOXussS/xnWeLcfH4tqeOKc4PtiX8d/A5+SzcjfYJWzdqNxP/RrvurqiYbQfL8/dwNJD6S/fTXku2G0O+eImtN4pd9zS6Yum8Ir7dFDP/9IcSI9irJ7rOGUHLytHo8if/F2TsHrgYZguaF6aemEX58ucW5eHGFIYRc8PEPJvzxn/ksoEnLEDjhLeW3Cb8YBZql1B8DeLqu/k4D4Z/yBNmRxW8MoHB2ukcb4aeNt+DorpsGEJyf/ryO8PfWir4HsyMMwNeQw8h5L0TXOZen6vsYwPQd53dvaxbivNUrmrOtDKD7rEW3VqMQ3e2KD+aoGYD3oQ0nit6Q/N77aoPlsD78MD8QuvilEF3cNvxwq9OHabkNj3KeC5Gz2DV8Yp4+mH2rjJ36VIhOV4PCPWL14cXHqz8pkq+5v2L4vGB98Iiulksj+cxPPbVWykkf7HtOf6kj+Q7TVg4HcPRB5Y/T9ZFioj/5sTFxU/Vhbs669TMLhNj2c+mxY4N6oCo/w4KeR/xlPXeJQ70etIgvmhjcEmI77pDtKSJ97LJvhTSiPw4R31Q3JuvB+3nKZ5TShZhh4+5RdlgPpE42uHxLFeKImNX80V8P6s52HM9LJv6y6s5+6qQHFVmjZV4XhHjCVrpti4UeLNGuPzl0VojVbUMxtVp6UGJnsHsj0cuJO80rm+X0IG1Pjnop0dPlm6zORw/qwkZ5huTX40I8pHdcpbVFFw7YLynpPSREVDouqKrSBbfYkrqKvYQfMQWBVvm6wOc6fdq0U4j2crF+i1LIHLC/ILh1qxAvdJwUFEfqwq2XmUrqgUIciNJyv7lLFz6Fta3R9CP+9328eaqfLki/UH3UJhbig/rhwmZXXYhgTPrlKyR8tWEtk7bWhZbagLCrLqS+qLXQjnF1IYQ21JLoQOph6YEAdy1dKAlZf9tmuRCnnD1lGKSoCzSVrUdSSb2rlTm6veIfAzS96jqy5grxWli92LWXAWrpthtELCGe5Y2OTHtP5iTLo+eL6EJMktoq/P2cAe+2LZMtUCP1pDM7euw+Aw5esVrmOo3oYYBulvpNBnRqcz5ETRQi77t7uX0yA44sqfUTk3r/uv1ux8FoBjx0rQ+sGhTg5uxSw8J9DFDO+3egvFOA7BsdKR1BDOi9JcG1bxHgNMd0D2kRA4ovnVcQvRSg2u+dgZMdGRC8Ujv9zyMBqtZWdQ0uZsBFqccK6oUClAs3SSowZsCyN6qHqjMFqNtiI7lOgwFjlaejlC4K8DRd6XifAgO2fr1S1B8twID88zEho3SwcHocE3JAgLWfuo/8/EaHfsnghLQtAmyRnlob9o4O82fOFB/1EmDhtpn1k6vpkHOaGajtIsCwQxMm5JfQYegE026/tQBtwj8V78yiQ8bkkweumQrQorlsg3ciHXx0SxOSaQLc8vLKtj0nyRzbYam5eboAFTHRuno3HbavDbugKSlAzvjNJR6b6DDxXN+Zgu98/Pm58xXXkw6aqVPPL/7Ex30VLl781XTgxbiz7r3k45dfv90brMicu8nsvTnycc2rdpUCLh0yV2ibFeXwsSlTW2mcRodxdlzhihQ+Xm4ouFI8iw4/TMd/dMfwseJm7uI+OTpoe73fmrmfj77H5thcG6WBwZO0kqjNfEzNH9PpHKDB9R2V/CQRHxNifBfd76DBwj33Xrc48tE/0GOU9Y4GR9tH7giW8NHkSufTpa9ooFX+J1yZy8epJ1SmSD2hwQ0tdr2GDh/1Q38ahz2gwVNFRb0d0/l4piTi7I1CGsxIVpLWl+ZjaN6HjGu3aWD0NuO3xS8eduVKvAnMosHNV07Rt7t4qKj0Z7f8NRrMP7fbIeEdD2W1X8uFX6bBJtOU+79qedhvGd/+9SINDgr6LV4/5KEwOdF/cSINPmvWexsV8rAnQ0L+YAINtiV9jxnN5v2nd20oXzVlRSoPT4HtijcElx7rY0uf56GTrVxuG3n/dfOH5XOjeahZte1tK1mv/I7u5TdHeMj/t0P/WTIN5k6sPt26m7yvLyOVmkqDt5UNG9238VB8eEqdTzoN1rav2Wu6kYfvHA5KTr9Bgw28pSqh3jxUL1/9KyuPBulKt6NU1vIwTMtPhV1Cg8dS14zV3Hhof7W4JvEhDUL0DBzCVvOwPWr+oYFqGgg2LTU3teVhsvKbC+wGGug8/r3EeikPX+wPO+D2iQZ7jHjF6Qt5+EpSPdGrlwaKUV4/PM15ONya5ew+QoOTH2hLvE14mOiqrMgh8b8wK603n8XDaUmOFn3KdPjC6HRyMuBh/o9l8+L0CP8kRgpMGDxsSPwSrGZBh97EthCBNg9f1+g5HV9J+NWV0YjqPPz39KdlvQcdxt67mfmr8vD2c0iS3UyH80F9jQ7KPIQZfxtVD9NhR+Q+5YAZPJR+N0OoeJ4OK5jyUDqVhzyvPcc/36DDHbh4zUaRhxGfdZ4kPKLDxgcLE8Yn83Do0vAxY5KPKkkD/l2TeDj4skc/9Qcd1lc99P83kYdNBd9n/SD5/c+ipGuhLA9Ho38V0vQZMPfX7u2p0jx0F82z4lgzQDE8ZQ1biofOUtbOs4i+dE+r390+gYeTnrwdfrGbAZ9h0WilBOEf95GJRwIDppQNtdSNu6PwYcXYrQIGHDOj6c4g+LHENdHTegaIHNpaDo+5Y8oWI+erQwzIzeEp6BG8On5Og6Wy7n9mo4W/rHrDLXTBSLZ1UJE8r5u5Nv64UBf2rZpbIiD46A7zVyZ7dSEjHFU/EFyccj75KKkXj72uqqaS/Vpm2vwNe6QLvUclHl4h9gk9ZL4qdOmCedKQWhexP/nnpYD5U/TgruNV1hZyvqn+TWHDpnoQbmc8vliGhzoLdqnZCPUA5+UmuhJ/WfYsd1A/qAdhpWsm5hN/VsnIKOy6rgfPTrJWixR4aCZ/wNP1BcG2vqF8JR5+3Re2KHNYD+IuzTl2eTrhf0dJdqi2PsxfsCV8IYlvZ8WkrNt2+iSfjhwxUiPxTWVZCEL04VDbjkPBmjxUG+t28UvWBzebjScU6Dw8R8n9q6/Sh/Vn91+RInz7uMpxXtqgPlSH1TXyjHm4wfbw30oNA0hOiWLLmfHwbN1Gp0V2BvArpypHdQEP63bVciW2G0CPW7pP9BIenikKSVFINYD4+XYuvit4uHi2TpJnjQEoybw6coXkz0L1ZPo30k/VOqR02rmT9cffM/L1DEFJLm4/fx3hh8x3k5uuhrDiS3NHlS8Px9ax9F8cNIS3PN7J+M08zAkwK1G8ZQjMZx+bynYSHJF52eudIaTd5lktOkTydY5pbKmcEaTvPqsvH8nDp4e2WM02N4LEhB0TGOd4GKou57XBxwg+7347/1gKDxMcLt68HGsEnacvWBpm8XBv8Mu3xaVGoOB4JmTyXR4GddkmZXw1ggKtK2v0kYd5yunXvVWY4LDzmtWuauI/j5g775cxwbRyR9afBh56z7y6U2kL6Z/DfkhcbyP6c/Vkem8SE47J/L61p4/oz8aOX0FVTLjXROmEjPBwzhO+5vFBJrz1ka+MkOXjJvVjr5kaLFiq8kq2iOjzrCdTn7rZskDoc9p1VJOPPsxLhb+2sCCiSH+2M5OPl9Jfuk5MZIFJ+JbyXAs+KiU6uO59yIL7S1beV13ORym/vE0OX1kQ6RK5/egaPuLGDJeN04xhIlfZo9eTj3Fyr0prLYwhbmVlg1MAHx+lvPDevM4YzihsF1zfzsekWNthq8PGsKVnwqr+Q6Q+LWzhmqcbQ4xgpSad1K9ACZNKu6fGsKacscgqkY9/lnQHBH8zBs3zIdMXpfPR1SOj7qICG0T20xRn5/HxSc60e1UsNoQ4NCfVlJJ6ePnJ6w4HNkw2WcgUPOXjsWtNTT0BbGhtrq2+U8dHxZs/FjUeZ8OdWd+GPrfyMXEarsxMY0OfyrNTX77yMdk65Ih/KRsGVNIPlA7x8WSOdahaIxvUVhVnB0gI8E2VT1pFPxtefl088k1egAMjk88FTuRAqNFmZ5tZAnQt2vJGRZMDAUuPnt+hRfqD4Kr2ajMOTPMryTtoKMD7p2zWxKzkQG2t/Yn1ZgLMiNBOXu/JAcm84An0xQLMfhrt4hZM3l/hM6F0Bek3Hj4c9j7EAc9ycbDZGgE+/PRzRnwcB1Z4pJiECwVYdl7I/pHGARNbT3axtwBTXPVqD+Rx4EDZS4dnmwT47mjs7qXlHIj7Zb7lXqgAvyTWlCx+wYEXuk8PRe8j/YnMDOXdLRw4d7jcb+lxAZqYxc8Y7eKA3TIPmaYYAXqejbJ8+pMDqy7VLHM5L0B6AnN65ziZv5+5y+WmCHCMVxdrLMOFp6OsBUPXBXgzTX3XLHkuyAVF39e6LcBmvxOStxS5oO2cu8ukSICL19798Wc6F0JaX7syUYCxFguVRpW54OPImqv4RICn8u/OLlTjgmvd8HjzC+Lf4w/eGGtyIf16cHJcowC3BfyQ8tHhwv2xmsF5rQJ8Pr0nUMjgwl+l1V8qvwiwyHL56xn6XHg4TV+0rE+Agwnxw2cNufD/3lf9L1BLAwQUAAAACADwWsFcFx9UqpYKAACjHgAAHwAcAGd0d29fYXJlYXNfMjAyNjA2MDExMTIzLnNocC54bWxVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAA7Vnfc9u4EX7XX4GXTu0bSxSlWLJTDWcUO3HcXpxM5Lu0fbmBSEhETRIsAUrR/fX9FgBF2bIsNzP30Jn6xSCwWHy72J/QJBeGJ9zwqNOZyEQWC0WjWBpupCoiOxRueqIquZRFdGeXeMY+1lUlY14IdiUKI6pJ4Ck6k7Keg6uIPqmC/bUuWD9kYfh2MHw7DNmgPxhNgoaiMzHSZCJamrX6jVeC69+IoD/qh2E4GE4Ct9yZLIVaqCqPViI2qmIJTjIAQeAnQbMIkEUmi4coNaZ8GwTr9bpXpHGvUJz3lmoVLKUGTEfTmQQ70gWt0J1JInRcydLQuKyrUmlAuE+FFqxU2WapCs1kkUB6I9g6FZVgplIlvjMGcLqed7ff8SbOVCE0y/mGEUqW1JUslsykghXiu2FarEQBSTbElN19vPqzZjcVL1O7/75h9E1wbKnY59pkSj2wk5v7b59Pewy4NgyqY7WueZZtmN7kc5XJ30XC1tKkTKc8wdhql06gg2OVAWisIClTCzbu4vgGqkVpdcEqqR8YSbnE3Qr9lm1Elqk1UTD6T+tnEJkXS7uN5SKRde7nK5xKk6lcpnaq16Gb9/rsTPhcm4rHxuqWkTjs5nbGVqLSdHgMNUttLECTVkKQJKVYyAygTcpNewcn4SmLYY8wRJiGNnU150UsgDG2gminiVLJwugzdjI49SKXymCPbO9pR3inML/R3foZ40XCToanVom5Wokc2y3CnWP9Jm+qMDbMyIXT+z5IbS+vUMahhc78HR3F1mPveZy2WmFSs0VdFVKnzd0TH81zwbgxlZzXBsfRlQjauAPiDIfGWZ00hjnnGiggloodZCKhBTqYFXU+hyVanLgGS3zGBlajLcayUnM+l5k0m2Zx154wOX5pB2l6vL+rx6aPrhgyy4T0tJCN0HPlJX9GCsv2qSBWikosYHjMKCZxo8eUT35HR+P2Mq1YCmfgT3FxrVUs7ZVaXMQXXETMtYGnaM2XYuuRAJfBLxJGbmAoLlhDt/79DIZWVfBL5h2wUjnr/4lECPv4bw8NMcDdVs5Szxr5XciIM2B0moNnKO9me17/s3f5fnfY/9MZ++ScnGbe9LsjmiKuH8nNaXLc79L5gL5xoYuXZSYbT7TeTKF0x5sJi8yymuIBqQvXQbE7bVKMpujdY7cLKLm9macxllFgATMnAMTJCBZpwet4zU2cBmsOFyE7l7kg5zyD02QAmayktgLbUD2nK9S1D2EvHdtj7NZ7Am7W+QnkWUMg4lKoJ6bTRBNKFU08aAKVC1HeGdtQYGNjqy+c+IsmY7V6K7QRPHH4sQVy19Cu9fwdDa+4zPg8E8/rljIjBewMYaUxVxsjtvbq1bOhGN4GbnzsJktSaSmqJHJDn1t1sfTJHlo7Uhg0FGDcbgt2mHmNRR8aYFMPjF2DOLgHJbh4Ir/VQQIQpPhaU4FSqWUFB4yuVF5mwmDLdqozqUt77p01KdhQIZJJ4CcJl+cCfmWiqOqYq7qg0InhWmgzj6NuOBz1hueX4+FFOByML0KI5pc6E+jY0lyMe5eji9F4MBoNUe9cvpkEfqkzKVRlUozCUW8QDvrnFxfDfn8Uji5REzVrAKBqOxr3wvH5MDwfXw4Hw8uLMTg1SwC8Ay/wkDuTB7FZqyqxcsBWcluL0f8HYyWH5vxXMy820bbma1Yxt7P8if8LNn2EaFvQXDn3OUI1Qw7Nj9Bci5KuDv5zjLAN0EcoEfKOUHzjqwNMZvXcvErIXcIX5NwlOybqI9pj0u4SHxT4i9Km+7pL+yrygiPLPFoNvHXB6zIek5nZ/1sza76aeWz6pZCUBWZwNKEbCstsO5waOKaR8fOrd+QhrKFh76gOeJ7yps4WlJI+ie8yVs/TXHGUTnPBCzYT/HmSLzxGGo3ZraaccwDzezi3qFDiW3TNln1wgVcURrteyuOYSuJGb9tPaljQBiHFI8hN44dCrTORLG3C99mWbbu2zzHkwKmUGacmV7pEssL3NMklCkfKv5SGTu4+T6enZ+2+pvuYiWolUd6c3H2bnVIGO9gPguTj1SlbqzpLKA+iCEDEduWQr4YRc5M6NlQr1ZR2EgkKgxZGVba2d1+UcVoBEZ618ILf20RLSXAlK+O6H6TbTOa+mUO14RIoZUSrChzlTyW2LStck8EQp1COgdX4bFMYJI9yO4qoQfny+Qopxn3bBVUtD/fFLGD3Ik4L5+V1WeL22TtUbHFqudDmTsPPn8SThFjTP7MpRVSmG+0qKczA/XH7zZKjosQVIjuEbPaNhWOY18z0HJXLaWhvEZ8lz6VtdcnMKI+J6MPPLqNZx4Sr8ywaDsPROazQfWEv8oep4JazKTb7DwfZAw1ajQWtHpHFoJQV0r2MK6XVwrBvuFa11uzvX9ivvs0774Xs5F0tYSVo/PunWxODgzyw4V/Y+9nXWzat4ivYQKaW7LI36L3phW8GfaRCdwC5Svt+QTnOo3E2FP1qWzGYkfuky17FhJjUkBhyy7wZklJvur5Gg26aOb8JkkYDktKPO57EcQh2GActDsKE/gKTKSrM3/VGuyeNJbX5GGbc4J6ifi+cBH6MSVUs21n/4bbVCJDRNbwppzcQgRWKk9uVjht75hgmAmGwOT0pouvfZuT3iCLNDKqSLJOljpoF/wnkIpf8u9TRaDhGJdLv9e0fxGsW6MGkWAB3BGkRRcyGqkI346A05wc74gdeJVQPNbclDKpU5+XwHag9agbZ4SeihqDTDG2wRL8buX9U9kYfbq/hDs2XW0hw/C25KLntAgGupkbctoQ9R5zYO/MjHZElbhd0s6LyFRWNVFfNxL9r3yWgjBdLqtHhRJWhfsO1Z+Bcu6ox2NkdOLz7uGdUwj+L/IMHDPXmAh75g5CvffkON2I21fyXAN9NZ7d3zwKkxlVRuvF9uH8oS/cey/b6OARp17FDbftiOUDCYRT2s60GxM7yKjlQCPjFjhs9ZUZpusnOewxfzOF7fF+lwenX99ODCvQvFIo63+dfIqhHtK2a1fIjdR088svXz+8G19N/PHvsl/YVhs7dPxUHDux75Zl9eGhtu316AMnjh4fX4fp6O/vbQVxfd5+BXo0Mde32xYKaE7lMX2VSth5+cvlOM9lLqtHukeSYjTlABw54mb97cjl2AMn5Q+z9482PGjNZ1vhly3pRfwUb/3GmdRDY60zrKbL/m9YfalpBWw7Qw0hTSdEjq68XUBDR61N0rdZFpnhi37eu7U9CzZKjzySfIxcwzJb0q4IH6t5o6xytx3zzQ32SfNJe0Lsm9So9qjX9uVRpJ8istltI5NL/VIVRIwe4AdTvIvppdvvPn9AxN9+khJYsaDcHOyyDViOdCf2itzNOXnhqs8uObK/pQVNSvqK32WlgDvZHwSN2aCqiF9shIvif7IEwWin0LdGwf94dDC67b95QlbydftwlOaVb5eMqi+jDzfUVu0LjRE37zMDsOGox+/Z87X/rvBGwQm6Ly0/+d1vLx+5vOK0sp+7s/rrb74fd8PLyoiFaOSKcS6/NmX3/tmtbJOK7KUhR+7+iCl3JXqzyoPnFOKAZdNKLi34vNXm287MqSGjBlp5bpAwBgl6i7YF22SnBH+k+tpa7PSb6D1BLAwQUAAAACADwWsFcivyoij8AAAB0AAAAGwAcAGd0d29fYXJlYXNfMjAyNjA2MDExMTIzLnNoeFVUCQADs2sdarNrHWp1eAsAAQSklAQABMgAAABjYFDnYsAOrF4wMzCwAhmVud0/m7gTD/Af2Pm7dbOMwwyuBbv//Q09kPHxdI2nmYEDDv3IwIiBgbMCiNeBaABQSwMEFAAAAAgA8FrBXHtc8+NCAAAA4QAAABsAHABndHdvX2xpbmVzXzIwMjYwNjAxMTEyMy5kYmZVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAAY65jY2QAgocM2gzYgJNjsKcfhOkMInjQ5B2DXB0ZkOSZ0OQDgvydjFwcI2HyLGjyQZ7B3sjyXFj0mxPQb45HPy8AUEsDBBQAAAAIAPBawVytCFApaQAAAIEAAAAbABwAZ3R3b19saW5lc18yMDI2MDYwMTExMjMucHJqVVQJAAOzax1qs2sdanV4CwABBKSUBAAEyAAAAHN39Xd3Do5WAhLxwQUZqUWpSjoujiGhvtFKLnCB4AAP1yB/T5doJZiImbG5oZGBgZ6BDhDHxuoEBHn6ugL1uBelpuaVZyZnKIEldEL9PEOAJqWmA8XBQobmJqbGRpZGpoaWlibGxrGxAFBLAwQUAAAACADwWsFcoZJUCRMAAABkAAAAGwAcAGd0d29fbGluZXNfMjAyNjA2MDExMTIzLnNocFVUCQADs2sdarNrHWp1eAsAAQSklAQABMgAAABjYFDnYsAOjF4wMzAw45AkBQAAUEsDBBQAAAAIAPBawVxDa9UPUwoAAKAeAAAfABwAZ3R3b19saW5lc18yMDI2MDYwMTExMjMuc2hwLnhtbFVUCQADs2sdarNrHWp1eAsAAQSklAQABMgAAADtWVtz27gVftevwMtO7R1blOTE3qQazihW4rjd2B7Lu277koFISEJNElwClKL8+n4HF5G2JcvNzD50pnoRLgfnhnMFh7kwPOWGx53OUKaymCkaJdJwI1UR26Fwy0NVybks4iu7xTP2ua4qmfBCsHNRGFENIw/RGZb1FFhF/EUV7G91wXp91u+/H5y8P+mzQW9wOowCRGdopMlEPDcr9TWThdBfCaB32uv3+4OTYeS2O8O5UDNV5fFSJEZVLAUlAyaI+WEUNsFkASQP8cKY8n0UrVarbrFIuoXivDtXy2guNdh0MJ1h1JIuaoTuDFOhk0qWhsZlXZVKg4W7hdCCefqWVSaLFBowgpmFYLlaihya0EzNwJ82dTXlRQKwWaVyC5JAZYBgmUosLc2Mog1ZsVIZ7EiIlKyTTEGrJJGFYrwSXLO0rmQxt3gK8c0wLZaigALWxAe7+nz+F80uKl4uwFLG7ipV2sG94DhSsevaZEo9sIOLu/vrwy6DOGvCzGpd8yxbM73OpyqT30XKVtIsGHg4XnGCqdTK0rAiqAziJwoqIjnPjsHAFpYrqR8YqWYOoxD6PVuLLFMrgmD0T/tHTFW8mNtjLBeprHO/XoEHWlzI+cIudTtkMv4iOkM+1abiibGXwkggdnE5wd1Umogn0Cz0bxk0i0oIphe8FDOZgWmz4Ka5uIP+4eZWWnfWuiGri1JJXOwROxgcepH335c/mK3nQHPEeJGyg5PDPaZiDz22sdkj03kETddXKG9P0Jm/o728ddlHniwarTAJI62rQupFuH3Co3kuGDemktPakB2DKUEHW0wcgWiS1WkwzSnX4AJiqcSxTCC0QYRZUedT2KLlE9dggY/YwGq04bGs1JRPZSbNOmy27QmLZy+dIE2fPT/VZaNHVwyZZUp6mskg9FR5ybdIYdE+FcRKUYkZDI9cWeJG9ymfPI9I4/YyrdgCzsCf8sW1Vom0V2r5IrzAIhKuDTxFaz4XG48Ecxn8ImXkBoYigzV06+FbeGhUBb9k3gEpQPV+IhH6Pfxbon0McLeVs9SjIL8LGkkGHp3m4BnKu9kzr//Vu3zv+KT30xH74pycVt70jk9pibB+JjenxbPeMdEH62sXvHhZZjJ4ovVmisEtbyZeZJbVFA9IXbgOCvqLkJs0hf0uY5czaLm5GhOiY9APRRZgcxJAnoz4IjV4Ja+4SRbRisNHyNBlLsg7j+A1GbhMl1JbiVkOq5vSHerax7CXyBJj3hVwtc5RINAKEhGWQj2xnRBOGIXgJ7nExSjvjU0ssMGxURgo/qbJWq3iCm0ETx3/OAK5a+2SWVvFSy4zPs3EduVSTqWInSGuBHu1QWJjsF49cEBE8SZ0Y9LOs6TTUlRp7IY+Leti7usEqG1PTREggLg5FrWQeZXFnwJnI88ZGwM4ugMksHggf9SxBEZQHdSaaptKzSu4YHyu8jITBkc2S51hXVq6V9amYESFSIeRXyS+PBbgK1NFBctU1QUFTwxXQptpEve6vWHkx50htLpZ9OPOsFCVWYTVMAFOVTfLYQKqLRqRp9sZPoj1SlWpZQY3nttajP4fjGUf4vtZWBfreFPzhV2stba/8H/DMvcAbSqTc+cEe6AmSIX5HpixKEn/8IJ9gE2c3QOJyLUH4p4vdyCZ1FPzKiHbgC/I2QbbJ+oj2H3StoF3CnyjtDl+3aXdirzgSBaPdiNvXXCdjCdkZvZ/Y2ZhFtZx6LdCUjCfwFuEDhAW2WY4MvAuI5Ptu1fkEyzAsA+UzrdDXtTZjDLLF/FNJmo7zDlHBTQVvGATwbeD3PAE2TBhl5oyxw6eP8J/RYVa3XIXjjxnLvKKwqjtpTxJqLINettMqWFBG4RMjUg1Sh4KtcpEOrd52ydNtunarhPIAaqU30YmV7pEysF8lOYS9R+lUUomB1fXo9HhUXMutBETUS0lqpSDq/vJIeWhnf0gQD6fH7KVqrOUshlyOcKuq2p8UYvAmdaJoZKnpuSRSkAY9CKqsiW6m1Hx3wiIGKuFF/zOpktKZUtZGdfGIGlmMvfNHIoGlwYpr1lVgJSnSmgbVLgmgyGoUKKA1fiUURhkgHIziqnPuLk+R55wc7uhqvnuvphF7E4ki8J5eV2WuH32AYVXsrBY6HAn4POUeJoSavoz61LE5WKtXUGEFbg/bj9sOSjKPv3+6bs+m9yz/hnMa2K6DsolJrS3iM+S59K2umRmlIxE/OlXl5asY8LVeRafnPRP38IK3QxnkT9MBbecjHDYTxzLntGo0VjU6BGJCkpZImfLpFJazQy7x7VSN/mPG/a779bedvvs4EMtYSVo/HuHGxODgzywk7+yj5PbSzaqknPYQKbm7F130H3T7b8ZUPJzBMhVmvcLynGeG2dD8e+2o4IZuSld9jIhjkkNqSG3zMOQlDox1GtDMWHBn4CYcY9E9OOOB3HHoxbWqGGCGEKPgMUFisTveq3de8acmnUMM25wScja/WHkx1hUxbxZ9RN3rEZ0jMdwpZweQAR2KEhudjpu7JFjmArEwEA9LeLx1wk5PUJIWEGZkWWy1HHY8FNwLnLJv0kdn56c9Qc9VBb2B/HCBr2WFDPwHUNahBCzprrOrThWAv2oJX7kVUIFTrgqYVBoOheH40DtcRhku9+HAkAnDG2kRM8auz+qXONPl2P4Qpi5jRTkL8k/yWdniG41NdO2res64NTemR/pmMxws6HDjsqXVPZRUTURf9S+0EclLuZUZsODKkMtg2uxgLl2dV/UOh05fp/zPaEqfCvnnzzDUG8u4I4/yPLYF+DwIWbzzH/J4IfR5PJqK4PUfCrKNb6XXtlQTaF4U3EgyOtWARJaMURo13VDbc/FcgwJx6Ow06YUEK3tZbqjCvCbHTd6ioxydEjNzxC+mMCf4X2VBke3H0c7FehfGRQ1r9tfE6jNs92W1fIjde0keXN7/WEwHv1zK9mb5iWF6D6nCoID++p4ZB8PGttung8A8vjx4HV83V5O/r6Tr9v2U86rOUNRu3l1oM5EzhevMilbDD+5fKeZ7CXVaPfQsc/GHEM7CLyM3z2b7CNAcv4Qev8A86PGTJZ19rJlvai/gp39eaa1k7HXmdZTzv5vWn+qaUVNOUAPH6GSoodSXy+gIKL3o3isVkWmeGqfqMb2e1DYcvCZ5FPkAobVkr4MeEbdO2udo++Yrn+oSZJPegt6m6RGpUuFpqdLZXaKzGpbhVTO/XcqjIIcwAamvov458nlv35GuxzmpIQGLGoORy2UUaORzpA+57XG6QuPZXbbgT3reNCRlK9obFrdy87mKHqEDh1F/GIvRAD/kw0QRkuFpiU+6b09HgzeHb95Q1XyZvlxi+SUbpWPqyziTxfjc3aOrok69omB2XHUYvb5eOw/dF4IWCG3xeUX/9HW4rHnA6alxXQ8uRsf93r94/67d78EoKUDAl16MM7sE7bd23AivpmCFPX8E6rQlewmKo/C5+KIVtBGz37pdRcmz1rfVAFCG7b03HDKECDoMdkStNtOCZ6km2wsd0Mm/g9QSwMEFAAAAAgA8FrBXKGSVAkTAAAAZAAAABsAHABndHdvX2xpbmVzXzIwMjYwNjAxMTEyMy5zaHhVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAAY2BQ52LADoxeMDMwMOOQJAUAAFBLAwQUAAAACADwWsFcI+tJoWUAAAAMAQAAHAAcAGd0d29fcG9pbnRzXzIwMjYwNjAxMTEyMy5kYmZVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAAY65jY2RkYGB4yKDNgA04OQZ7+kGYziCCB03eMcjVkQFJnglNPiDI38nIxTESJs+CJh/kGeyNLM+FRb85Af3mePTzKgQkJmemZSYrgIChgomBqoJvakpmaS6IbwnkeWSmZ4AlFQBQSwMEFAAAAAgA8FrBXK0IUClpAAAAgQAAABwAHABndHdvX3BvaW50c18yMDI2MDYwMTExMjMucHJqVVQJAAOzax1qs2sdanV4CwABBKSUBAAEyAAAAHN39Xd3Do5WAhLxwQUZqUWpSjoujiGhvtFKLnCB4AAP1yB/T5doJZiImbG5oZGBgZ6BDhDHxuoEBHn6ugL1uBelpuaVZyZnKIEldEL9PEOAJqWmA8XBQobmJqbGRpZGpoaWlibGxrGxAFBLAwQUAAAACADwWsFc5jrzfSwAAACAAAAAHAAcAGd0d29fcG9pbnRzXzIwMjYwNjAxMTEyMy5zaHBVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAAY2BQ52LADhxeMDMwMAIZjoxJftNnxB2YWzFNT65J0QGdj0M/MgAZw4XNLABQSwMEFAAAAAgA8FrBXDedTzSSCgAAGx8AACAAHABndHdvX3BvaW50c18yMDI2MDYwMTExMjMuc2hwLnhtbFVUCQADs2sdarNrHWp1eAsAAQSklAQABMgAAADtWUtz47gRvutX4LIVe8sWRcmP8UTFKo0943GyY7ss706SyxZEQhLWJMEQoDSaX5+v8RDlhyxnqvaQqvhiEGg0vm70ExoWwvCMG550OkOZyXKqaJRKw41UZWKHwk0PVS1nskyu7RLP2eemrmXKS8HORWlEPYw8RWdYNRNwFckXVbK/NSXrxSyO3/cH7wcx6/f6J8MoUHSGRppcJDOzVL9XSpZG/04UvZNeHMf9wTBy653hTKipqotkIVKjapbhKAMUhH4YhUWgLHNZPiRzY6r3UbRcLrvlPO2WivPuTC2imdTA6Wg6w2hDvKiVujPMhE5rWRkaV01dKQ0I93OhBXMgmSwzCG8ES6EGyA9A2jT1hJepYLlKLSsiY9efz/+i2WXNqzl25Oy+VpUdfBXczEXNbhqTK/XA9i7vv97sdxnOWTFeC9bohuf5iulVMVG5/C4ytpRmzqYyzzFOa6U1K3j9YM8BL5aqHLpJFfAzNWWnhxlfsXSV5grXRBqysFgt9QMj9DNcmdDv2UrkuVoSBaP/tH7AVM3Lmd3GCpHJpvDzNc6mybmczf3Uci5KwMUCgKSq/KMpU3uSxUvIHJRKGehKQvjnoCAx1176ArQ814pNhGNrFKtqqB+K7r8iFKQGI6ZFxWu6nIJX3Q5Zm7/CzpBPtKl5aux1MtI4u7was4WoNTEBdo2LtNoz81oIpue8EtA4NGrm3LQXvxfv77h8K7yzlwO2199/qxLCxnw1A5sDxsuM7Q32rR4LtRCFKB3CjWP9Ju8dsG/MyKkziucgtbWvUhmH1t0b0b7hgj7ydN5qhUnNpk1dSj0P5kl8NC8E48bUctIYHEf2ImjjBogDHJrmDcLOzO6ZcA0UEEulDjKR0AIdzMqmmMBZLE5cgyU+8MbQYqxqNeETmUuzCoubxo7J09d2kKZPn+/qstGjK4bMMiM9TWUQeqK85C9IYdk+FcRKUYspDI+sW+JGdymfnIOO1s435vBU/hQX11ql0l6pxUV8wUWkXBu4sdZ8JtbhAuByRe5FbmDEN8OsoVsnfAFDqyoEDeajQ60K1vuJRIh7+G8PjTHA3dbOUg+C/C6qpTkwOs3BM5R3s2ch6Rcfj3qHg95PB+yLi0A0c9Q7PKEp4vqZYhBNnvYO6XxAX7noyqsql8ETrTdT9N7wZsKCQNpQPCB14TooXcxDWtOUMLqMXU2h5fZqTAjfQT8UWcDNSQB5csJFavBKXnKTzqMlh4+QoctCkHcewGtyoMwWUluJbcyb0B3qxgfY144lYN4VcLXOUSDQEhIRl1I9sZ0QThjlBx8QQqRyMcp7YxsLbHBsFYYTf9VkrVZxpTaCZw6/i8+I0871N1S84DLnk1y8rFzKxpROcsSVYK82SKwN1qtnRUG8jdz42EzQpNJK1Fnihj6f63LmKwxobUc1EijAuN0WbTDzGks+BWAjD4xdgDi6ByW4eCK/1UECEJQVjaaqqFYz5DCdnKuiyoXBlvVUZ9hU9txra1KwoVJkw8hPEi7PBfyqTFGlM1FNSbETw6XQZpImh3G/3x28O+oPjs7OTo7j03gY+aXOEDreRuOXOsNS1WaO0bvu6fFRPDg5hnqOz87io2EUlnC+arYRhSXg3UAXecSd4YNYLVWdWTFgKoWt/+j/g7GCQ3H+K8yLVbKuM8Mq5jaWv/A/YNI7iNY117nznh1UY+TQYgfNhaCChIqGXYRtgN5BiZC3g+IrX2xhMm4m5k1CbhK+Iucm2S5RH9HuknaTeKvAt0qbw7dd2p0oSo4s82g18tYFp8t5SmZm/6/NLHyFeWz6tZSUBcbwM6EDhWW2Ho4M/NLI9OXVa/IQFmjYB6oDXqa8bPIppaQv4ptM1cs05xyl00Twko0Ff5nklqdIoym70pRytmD+CN8WNboQiy5seQ4u8orCaNNLeZpSSRz0tv6kHgmdF1I8YtwofSjVEi3JzCZ8n23ZulO8SSEHTqXEODKF0hVyFb5HWSFROFL+pSy0d30zGu0ftPtCgzQW9UKivNm7/jrepwS2tQcFyefzfbZUTZ5RGkQRgIDtyiFfDSPkZk1qqFaynUUmQWHQZana1vbuixJOKyCisxZe8HubZykHLmRtXIOGbJvLwvePtgehkyghWlXgKH8qsW1Z4ZoMhjiFUgysxieb0iB3VOtRQg3K7c05Moz7tguqnm3vxVnE7kU6L52XN1WF22cfULGlc8uFNncCP38SzzJiTf/MqhJJNV9pV0lhBu6P2w9LjoryVhyfnMVs/JXFpzCvsek6KpfS0FEjPkteSNtdk5lRGhPJp19cQrOOCVfneTIYxCfHsEL3hb3IH6aGW45H2Ow/HGQPNGo1FrV6RBKDUhbI9pL6YzU17CuuVS01+8ct+823ecfdmO19aCSspH/S6+2vTQwO8sAGf2Ufx3dXbFSn57CBXM3YWbffPerGR/0eUqE7gFylfTOhHOfROBtKfrOtGMzIfdJlL1JCTGrIDLllEYak1I8Qx6xcLQb1hGm/D8ImMQnqxx1P4phEG7yjFgrBQouByTlqzO96pd1DyoweIzDMucFVJb0uOPsxJlU5a2f9h9vWIEYmF3Cogl5eBFYoVK5XOm7smWOYCUTCcHpWJhe/j8n1EUjCDOqSPJeVTsKC/wRyUUj+TerkZHAa93u9bs/+QbywQM805RS4E0iLQGJWVBe6GQclnB9tiB95lVBFFC5MGNSpztHhPlB7Egb5Ky9TgaIThjZgoudN3D+qfJNPVxdwifDlFjKcf0VuSq47RZBrqBm3bWHXEWf20vxIJ2SN6wUdVlSxoLqRaqux+HfjGwUAFTMq0+FItaGWw7Vo4Ny4wjHa2B05vM9xj6mKfxH5Jw8Y+i0EvPIHIV/4Ch6uxGy6+S8BfhiNr65fBEjNq6KU43vxpY3YFJHXhQdivd6oQ0Irh0Dtunao7blYDpBwGIX9bCsCsbG8yLYUA36x40ZPmVGqDhn6GcNX8/gzvm/S4Oju42irAv0rhaLm9+XXCGoTbbdmtfxIXVuPvL27+dC/GP3zxWNv25cYOvf5qTiwzzK+oqaRl7PWttvnB5A8fnx4G667q/Hft+K623wKejMy1LbrVwtqUORs/iaTsjXxk8t3mslfU412DyW7bMwB2nLA6/zds8uuA0jOH2LvH3B+1JjJsk5ft6xX9Vey0z/PtLYCe5tpPUX2f9P6U00rausBehsJpRQ9tPqCARURPUAlF2pZ5opn9onrwv4SFZYcfS75BLmAYbaiXxY8UPdO2xRoPyarH+qV5JMWg942qV/pUr3pz6VqO0NmtR1DJmf+FzKMghzgBlDfRfLz+OpfP6NrDt+khJYsajdHGyyjViOdIf2SuDHOXnlts8uO7Fnjg8akekN/s9HEbO2Rokfs0Fgkr7ZERPA/2QdhtFDoXZJB7/iw3z87PDqiMnk9/bhTckq3ysdVlsmny4tzdo7miRr3sYHZcdRi9vn5wv/EeilghdwWl1/878WWj90fOC0sp8Px/cVhrxcfxmdn7wLRwhHhXHpwzu0TuF1bIxHfTEmKev7jrdC17KaqiMIv1RHNoJuevut156bIN37NBQkt2NJzjZQhQNBjtD3QLjsl+CPdx9py18ck/wFQSwMEFAAAAAgA8FrBXDSJYb0qAAAAbAAAABwAHABndHdvX3BvaW50c18yMDI2MDYwMTExMjMuc2h4VVQJAAOzax1qs2sdanV4CwABBKSUBAAEyAAAAGNgUOdiwA7MXjAzMDACGY6MSX7TZ8QdmFsxTU+uSdEBnY9DPzIwAmIuAFBLAwQUAAAACADwWsFc9qlXkxAHAAD9DwAAHQAcAHR3b19hdGxfdGV4dF8yMDI2MDYwMTExMjMucnRmVVQJAAOzax1qs2sdanV4CwABBKSUBAAEyAAAAK1X72/bOBL9zr9iUCwWu4DlNNndpuin0ybpOm3sBI272e6XgpIoixdZNEjKru+vvzekfthJc4cDTghiiSI5M49v3oz+vvj7gubX6fLhNl1SenMjlss0ff2aPi5mF3R5OZvN50IsrdnoXNb0oKSvlKXb1tfGPIrFwz0tpNemwctZay1mNYouVOMxa67lWtP7G/EWG6Zzurpc0tw09KFt6JTOXp+9EeK9sYQtaWGsryj1tWy8zqfT6YW0OsuUbOheSZJNEab90dYlmZLStWJb7w58y/d5bWC8NHYdXCLtqDGe1LeNyr0qqGitblZhn0Z983ROhdy7qRA//iiWBve0lvbRhQmlts7ze7bGA71rVA1hOiWdaSa0q3ReiZ2ua7IIrcW0GgFt1ToDCr+8ntISG8C5VQJY1iS3ysqVcuxq9KYNM00pGrmGo84jBjcZTeGeEVjLf2LFOErSKjr9dULn8f0vE2GV42j1VtV7RBYMa0SCKHjvaJOhZ3QkP9a12TkAucBr6q87a5q2yXUEMl4vTxDJ/+ESKRjQ2m7/9FNy8BSvGyWr8eHqKpGV+F1hlezGfv8cVlWHi+bS5mZ4wLaPRokLC0xMBtbgerRKuWR5O0syWdV9rI0ctlikSSPFJZDa90OX6Syp1QgHX7dgz/gwS/AorgrTSlvEMVUllw/pp8vDRXeyrZX3caeN3NXJzdWSxHu5H+eUhw/d9Uk1o3WrkkX6Rfxhmn/Jugt2ZaomuWc3zYDHvTwI4T69SZQSM9mMoc7SRXIMH9FSFcWwaHk1u+RV105qsKeLC/DJKgkH0o/9qfPHYdWf17PkEas+GKc2lY6efwBEDpCUSvUMowddl1Z1cD1c39wk/Cg+7usx2I9fkrauhUipxO/A7iE/M+l0Q/6pLET2I0vE5pC6jpBJlLFstMgg6d+J3W43bap82hgppyuzPdkU5YnMTOvDHl95PSbn6qv0dT7FW84zpBNeFG3uJyGnX9LMCWVWqxLnUCiXQ+PglXB61eiSk9pzTgNZRFQgstZmgGPXbdGpoLa0MR4aq7E957N4Fu0ogk9Fz6kt8A7CR0GXtHOtRDTYRTNEQe/GaILGnEG+J/Q2/D+ju3mUm7e4Y1HHRmnJgs9GRF7JZqXIG8gYZjH7eWPCofSaGBEaDEe7QcuCBRLn4fd0sHQeLN0vp3zs9xA4jvwlhCkocRYNAD14gli2uoBz7aaQPsgpaoPKlXPS7ifsW6b8jpnInlm1amtpcUYur1SBDC0Gb3FaXUV4yT7g+G8uYpMnToJ8HYCOZfZhfhsCTx+u7+6pUhJvg14fuEcv1mUXcBrg38j8EfWGT7Y7VACQg/sgGHOji+cZicSmzWpklCy22hnGKVRGY1UunT85Hu4XgbV565zmwsgRCInzwC/KEsKE/UxmutZ+PxAMXOtAADUtMNffqDKtjbUKkgXEm5UJLH7iInP4uoGDhfbRItsJ0PfeDdGLNWR0BFyC2c0+UhMMCdMDRIe52DZD89DxGvlhef7aFLrc0056MCQM7qRt4CNjz71T1R2W2YQ0xJJguPdLMwm71RGofn3M6C75I+NQ4WIecjuzV7h/hgRkpfWxE4E4IJKQi76CmAR5zFgFjiAMTQYd9hPMiQikY3/reHxBjnYamtDQ+Vk8GcDeNW6wxPOSaElxBPRqVKdnyuReTYjhCfSPiARSsZS7VvtwBMPZBQ8CSicdPAOD4cLdYOaZFXIV4xVAgGrzQgS35elB8xEy7pHgCGpTy1zFXqzfplAbNFJMYhyOyBSvj00amFBas2aiYbDuuquf1HQ1ndCr20YhvlfLnQk/wISfhfL59OeuGxty9qJLmM9BkkI7FksDJ65Xa/gXWNOU4ZzK4yrRsxH+f48MrHmGC6Pl+paremCqOKDqpCNzL498tsAEKwMLqFPLQRuF5r4eHapmj0cmg3edckZS5bH/R0jgjsaOscsEdtmehJVQJU5cH2qvrJ3hvGwdq2wDQFXL4fauQaULdVwwGIyXM53r2vdBdl2v3td88VwLJsf9wCjLrMhRh+lhuVi+OU3e/EaCP5Ni+saZh3odvqsuPqfL0+Q3FmQwnJnvuQrzipWVaIbYy57TIcflVupaZqCWiZjuVAYPReX9xr07OeH2ZPwE4AYFAc8hyh1VYtnH36Ex8R1jTxqfIwPP+h9s9vUurvx6GRqXoGvc/UxJLNQughBgLkYb/RdO+OKI30v/m11eCNsw0Fl3aVPcK7vVEMbYe30x7UikwFCJqsKKFSCAxfdI8Iw7Axz0kbmyezHNzfoEH7OYDzAXxoc0i1pxfCZbLekvaBIT3qkateE/fAAfnWvkGsC6Pjim0FYS0m7sX/+ikivlT/9gyPvRn4M+DF4IBPIibM5wWoQsPQHvfviBP7JDyYZLdxItjVjgEuLfUEsDBBQAAAAIAPBawVxAX3OCZAIAAMMEAAAdABwAdHdvX3BhY190ZXh0XzIwMjYwNjAxMTEyMy5ydGZVVAkAA7NrHWqzax1qdXgLAAEEpJQEAATIAAAAlZTbTttAEIbv9ynmuqJWQqEF7twASgsOkYiExN2wO4632DvWHmLo03fWSaMIoR5uHHs9x//7ncfZ4wyqb+Xq4e5qCeXtrVqtynIygZvFfAaXl/N5VSm18txbjS08EMaGPNyl2DI/q8XDPSwwWnbycp68lyhHMCMXJaqy2Fm4vlWnUrCsYHm5goodfE8OpnA8Of6s1DV7kJJAGCTFAToDWtK9FFywjw0sUdva6jECuIbp2QRadmsbk6ELpaaFjNW2cM8pNgNtg3LJr/gDYYatrdk7i7AkZ11ILV6oEp48owH0hDm85QF6TyEkT/KgMZKBIVcNb6uOB3lSFW3/11ag2UXrEgWILC3YJE2gjA3s1+jsT+kTGh7Ih3H12CRn5CGy70IBV25jPbtOBBE9pJaxWewACvue0I9HSdsNgXQGQxtquc/hR2M5hPgbnaFxQckGK/n00pPOW8pYktqBSd669bhNZ41pCXr0+60HomcYGivHHW9yoMqiDOgNSON8/9FlXPtTjDCd5OrTU+j6BlB7DmFXbMta9ZKRB9o1ucqEd7gL9QHEG91oLtANOtEtNp7TuoGTM2g4+VAURUfGpk5uTibQk8/W+WPqFzD4mhMbu27k5/wgTR0X4wx5tsNZxC/ufatoTq3Z6sd1LSDlTGJmOwOXHeUvYkSh9sap6MVqhlZMJmMJjFFcUZE35PdqkzNv+asDA+z417hhj0/tln/gjg5NsBVWOoRX2aoTy8oAhLVseLSjaWMGSgH24ATZ+zhRFMyLCFYB+q+ARC+5ujzsfxLaZn46BJT/LkiPiOBGPs9XOfoFUEsBAh4DFAAAAAgA8FrBXCjfznp1AAAANwEAABsAGAAAAAAAAAAAALSBAAAAAGd0d29fYXJlYXNfMjAyNjA2MDExMTIzLmRiZlVUBQADs2sdanV4CwABBKSUBAAEyAAAAFBLAQIeAxQAAAAIAPBawVytCFApaQAAAIEAAAAbABgAAAAAAAEAAAC0gcoAAABndHdvX2FyZWFzXzIwMjYwNjAxMTEyMy5wcmpVVAUAA7NrHWp1eAsAAQSklAQABMgAAABQSwECHgMUAAAACADwWsFcfWHArsUjAABUJgAAGwAYAAAAAAAAAAAAtIGIAQAAZ3R3b19hcmVhc18yMDI2MDYwMTExMjMuc2hwVVQFAAOzax1qdXgLAAEEpJQEAATIAAAAUEsBAh4DFAAAAAgA8FrBXBcfVKqWCgAAox4AAB8AGAAAAAAAAQAAALSBoiUAAGd0d29fYXJlYXNfMjAyNjA2MDExMTIzLnNocC54bWxVVAUAA7NrHWp1eAsAAQSklAQABMgAAABQSwECHgMUAAAACADwWsFcivyoij8AAAB0AA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Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure located well southwest of the southern \r\ntip of the Baja California Peninsula continues to produce \r\ndisorganized showers and thunderstorms. Environmental conditions \r\nappear conducive for development, and a tropical depression is \r\nexpected to form during the middle part of the week while moving \r\nwestward or west-northwestward at 10 to 15 mph across the western \r\nportion of the East Pacific.","indentifierfile":"gtwo_areas_202606011123","point":{"type":"Point","coordinates":[-122.38423499651709,8.7541365202599142]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-130.82911500858768,16.162144962379656],[-130.96138961957328,16.1755969766653],[-131.09344268445042,16.1867061837153],[-131.22521826294323,16.195500492749822],[-131.35666041477566,16.202007812989009],[-131.48771319967176,16.206256053653021],[-131.61832067735548,16.208273123962009],[-131.74842690755094,16.20808693313613],[-131.87797594998207,16.205725390395543],[-132.00691186437291,16.201216404960391],[-132.13517871044752,16.19458788605084],[-132.26272054792989,16.185867742887037],[-132.38948143654403,16.175083884689148],[-132.51540543601396,16.162264220677315],[-132.64043660606376,16.147436660071694],[-132.76451900641735,16.130629112092446],[-132.88759669679877,16.111869485959726],[-133.0096137369321,16.091185690893681],[-133.13051418654129,16.068605636114473],[-133.2502421053504,16.044157230842252],[-133.36874155308345,16.017868384297174],[-133.48595658946442,15.989767005699395],[-133.60183127421738,15.959881004269068],[-133.71630966706627,15.928238289226346],[-133.82933582773521,15.894866769791388],[-133.94085381594815,15.859794355184347],[-134.0508076914291,15.823048954625376],[-134.15914151390214,15.784658477334631],[-134.26579934309123,15.744650832532265],[-134.37072523872041,15.703053929438431],[-134.4738632605137,15.659895677273289],[-134.5751574681951,15.615203985256992],[-134.67455192148867,15.569006762609694],[-134.77199068011836,15.52133191855155],[-134.86741512286483,15.472207079485791],[-134.96074533728429,15.421657625771044],[-135.05189125773902,15.369707866689602],[-135.14076275606195,15.316382104927445],[-135.22726970408613,15.261704643170553],[-135.31132197364451,15.205699784104903],[-135.39282943657005,15.148391830416475],[-135.47170196469574,15.08980508479125],[-135.54784942985464,15.029963849915204],[-135.62118170387961,14.968892428474319],[-135.69160865860368,14.906615123154573],[-135.75904016585986,14.843156236641947],[-135.82338609748112,14.778540071622416],[-135.88455632530037,14.712790930781965],[-135.9424607211507,14.645933116806569],[-135.997009156865,14.577990932382207],[-136.04811150427631,14.508988680194859],[-136.09567763521756,14.438950662930509],[-136.13961742152176,14.36790118327513],[-136.17984073502191,14.295864543914702],[-136.21625744755093,14.222865047535208],[-136.24877743094189,14.148926996822622],[-136.27731055702768,14.074074694462929],[-136.30176669764134,13.998332443142104],[-136.32205572461578,13.921724545546127],[-136.33808750978409,13.844275304360977],[-136.34977192497917,13.766009022272636],[-136.357018842034,13.686950001967078],[-136.35973813278159,13.607122546130288],[-136.35783966905493,13.526550957448244],[-136.35123332268694,13.445259538606921],[-136.33982896551066,13.363272592292303],[-136.32353646935908,13.280614421190368],[-136.30227169798039,13.197310112531465],[-136.27605808198604,13.113398837686592],[-136.24501209444782,13.028931950431803],[-136.2092532762982,12.943961206229867],[-136.16890116846969,12.858538360543566],[-136.12407531189473,12.772715168835674],[-136.07489524750582,12.686543386568967],[-136.02148051623541,12.600074769206222],[-135.96395065901595,12.513361072210211],[-135.9024252167799,12.426454051043715],[-135.83702373045978,12.339405461169505],[-135.76786574098802,12.252267058050361],[-135.69507078929712,12.165090597149057],[-135.61875841631951,12.077927833928369],[-135.53904816298771,11.990830523851072],[-135.45605957023412,11.903850422379943],[-135.36991217899129,11.81703928497776],[-135.28072553019163,11.730448867107294],[-135.1886191647676,11.644130924231323],[-135.09371262365173,11.558137211812625],[-134.99612544777645,11.472519485313974],[-134.89597717807422,11.387329500198145],[-134.79338735547751,11.302619011927916],[-134.68847552091881,11.218439775966061],[-134.58136121533062,11.134843547775356],[-134.47216397964533,11.05188208281858],[-134.36100335479546,10.969607136558503],[-134.24799888171347,10.888070464457906],[-134.13327010133182,10.807323821979564],[-134.016936554583,10.727418964586253],[-133.89911778239943,10.648407647740745],[-133.77993332571364,10.570341626905821],[-133.65950272545808,10.493272657544253],[-133.53794464394105,10.417251996133937],[-133.4153250260199,10.342300960059772],[-133.29162810450319,10.26839446111253],[-133.16683108320595,10.195503419203917],[-133.0409111659433,10.123598754245633],[-132.91384555653022,10.052651386149382],[-132.7856114587818,9.9826322348268679],[-132.65618607651319,9.9135122201897978],[-132.52554661353938,9.8452622621498715],[-132.39367027367544,9.7778532806187979],[-132.26053426073645,9.711256195508275],[-132.12611577853744,9.64544192673001],[-131.9903920308935,9.5803813941957028],[-131.85334022161968,9.516045517817064],[-131.71493755453111,9.4524052175057918],[-131.57516123344274,9.3894314131735932],[-131.43398846216974,9.32709502473217],[-131.2913964445271,9.2653669720932257],[-131.1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